Contents Menu Expand Light mode Dark mode Auto light/dark, in light mode Auto light/dark, in dark mode Skip to content
Detroit v2.6.3
Light Logo Dark Logo
Detroit v2.6.3
  • Line chart
  • Area chart
  • Stack chart
  • Scatter chart
  • Bar chart
  • Histogram chart
  • Heatmap
  • Chord chart
  • Pie chart
  • Density chart
  • Geographical Map
  • Voronoi diagram
  • Tree chart
  • Treemap chart
  • Pack chart
  • Complex charts
    • Step Response of a Second Order System (Control Theory)
    • Principal Component Analysis on MNIST dataset
    • Fan Chart
    • Scatter Matrix chart
    • Kernel Speed Comparison between Numba et Cupy
    • Hertzsprung Russell Diagram
    • Gantt Chart
  • API
    • Array
    • Axis
    • Chord
      • Chords
      • Ribbons
    • Color
    • Contours
      • Contour polygons
      • Density estimation
    • Delaunay
      • Delaunay triangulations
      • Voronoi diagrams
    • Ease
    • Force
      • Force simulations
      • Center Force
      • Collide Force
      • Link Force
      • Many-body Force
      • Position Forces
    • Format
    • Geo
      • Paths
      • Projections
        • Azimuthal projections
        • Conic projections
        • Cylindrical projections
      • Streams
      • Spherical shapes
      • Spherical math
    • Hierarchy
      • Hierarchies
      • Stratify
      • Tree
      • Cluster
      • Partition
      • Pack
      • Treemap
    • Interpolate
    • Path
    • Polygon
    • Quadtree
    • Scale
      • Abstract classes
      • Continuous base classes
      • Linear scales
      • Time scales
      • Power scales
      • Log scales
      • Symlog scales
      • Ordinal scales
      • Band scales
      • Sequential scales
      • Diverging scales
      • Quantile scales
      • Quantize scales
      • Threshold scales
    • Scale Chromatic
      • Categorical schemes
      • Cyclical schemes
      • Diverging schemes
      • Sequential schemes
    • Selection
    • Shapes
      • Arcs
      • Areas
      • Curves
      • Lines
      • Links
      • Pies
      • Stacks
      • Symbols
      • Radial Areas
      • Radial Lines
    • Time
    • Time Format
    • Types
Back to top
View this page

DelaunayΒΆ

This module provides a fast library for computing the Delaunay triangulation using sweep algorithms. The Voronoi diagram is constructed by connecting the circumcenters of adjacent triangles in the Delaunay triangulation.

Contents:

  • Delaunay triangulations
    • Delaunay()
    • Delaunay
  • Voronoi diagrams
    • Voronoi()
    • Voronoi
Next
Delaunay triangulations
Previous
Density estimation
Copyright © 2024-2026, bourbonut
Made with Sphinx and @pradyunsg's Furo